Step 1: List the data points you are usingStep 2: Create a scatter plot of the data with everything properly labeled. You may use yourcalculator with TI-Connect, LoggerPro, an online calculator, Desmos or by hand ongraph paper.Step 3: Without using your calculator or computer, find the equation of a sinusoidal curvethat matches the data. Be sure to show your work. Write the equation in the form ofStep 4: Use your calculator to find the equation of a sinusoidal curve that matches the data.If necessary round numbers to four decimal places.Step 5: Graph the data points, the equation found in step 2 and the equation found in step 3. Besure to properly label your graph. Graphs should be done on graph paper (use colorpencils to distinguish the data points and the two equations.), or using your calculatorand TI Connect (try to do something that will distinguish the data points and the twoequations), or the free trial SmartView (use color to distinguish the data points and thetwo equations), Desmos or LoggerPro (LoggerPro allows you the option to use differentcolors)Step 6: If we assume that 00 represents midnight then using your equations found, determine theheight of the tide at 6:45 AM. How do the two equations compare?Step 7: If we assume that 00 represents midnight then using your equations found, determine theheight of the tide at 10:30 AM. How do the two equations compare?Step 8: If we assume that 00 represents midnight then using your equations found, determine theheight of the tide at 3:20 PM. How do the two equations compare?Step 9: If we assume that 00 represents midnight then using your equations found, determine theheight of the tide at 8:10 PM. How do the two equations compare?Step 10: Use your calculator and the graph of the two equations to determine the times forhigh tide and low tide. How do the different equations compare? Be sure to distinguishbetween the tides. If necessary round the times to the nearest minute.